- Jan 22, 2001
- 2,891
- 108
- 106
For some reason I was thinking that it wouldn't be all that hard to get to the Sun. All you really have to do is get away from the earth, and then slow down, right? The Sun's gravity would do the rest for you.
Well, how fast is the earth going around the Sun? Lets see, the Earth is ~92,900,000 miles away from the Sun on average (according to my almanac). So 2 * Pi * 92.9 million = 583,707,915 miles is the distance the earth travels on it's trip around the Sun, so divide that by the hours in one year (~8,760), and you get ~66,519 miles/hr.
Now, if a rocket were to take off from the earth and go in the opposite direction that the Earth is going around the Sun. And then start to slow down, the Sun should pull you toward it. The great thing about this is that you don't need to exceed the earth's speed, you just need a way to leave the earth, and then a way to slow down.
We could just blast off from the earth and go directly toward the Sun, but we would still have an orbit speed. So would it cost more fuel to go strait toward the Sun, or to slow down and let the Sun pull you toward it?
LOL, okay, another idea. Now you blast off in the same direction that the earth goes around the sun. You have to go faster than 66,519 miles/hr. to get a distance away from the Earth. Now stop. Now you will experience what it is like to be hit by the Earth which is going 66,519 miles/hr.
I wonder if we would have to take into account the pull of the sun, because depending on how far away from the earth, it may pull you out of the Earth's path before it gets to you.
I think it's interesting to think of the speed because when you're out in space like that, all the speed is relative some object which you're so far away from.
Well, how fast is the earth going around the Sun? Lets see, the Earth is ~92,900,000 miles away from the Sun on average (according to my almanac). So 2 * Pi * 92.9 million = 583,707,915 miles is the distance the earth travels on it's trip around the Sun, so divide that by the hours in one year (~8,760), and you get ~66,519 miles/hr.
Now, if a rocket were to take off from the earth and go in the opposite direction that the Earth is going around the Sun. And then start to slow down, the Sun should pull you toward it. The great thing about this is that you don't need to exceed the earth's speed, you just need a way to leave the earth, and then a way to slow down.
We could just blast off from the earth and go directly toward the Sun, but we would still have an orbit speed. So would it cost more fuel to go strait toward the Sun, or to slow down and let the Sun pull you toward it?
LOL, okay, another idea. Now you blast off in the same direction that the earth goes around the sun. You have to go faster than 66,519 miles/hr. to get a distance away from the Earth. Now stop. Now you will experience what it is like to be hit by the Earth which is going 66,519 miles/hr.
I think it's interesting to think of the speed because when you're out in space like that, all the speed is relative some object which you're so far away from.